The interaction between a turbulent flow and a submerged system can product wide band acoustic radiation. This information is essential at all stages in the life of the system.
The acoustic radiation includes a vibro-acoustic contribution (excitation of the structure by the turbulent flow) and a purely hydrodynamic, so-called hydro-acoustic, contribution, governed specifically by Lighthill's equations. These describe the propagation of the radiated acoustic noise by the turbulence, taken as source term, in presence of the structure.
The purpose of this thesis work is to develop a new, semi-analytical predictive method of this hydro-acoustic component that can be applied to actual geometries with low Mach numbers and high Reynold's numbers. For this purpose, we use an integral formulation to bring the problem to the boundaries and a well-chosen Green's function that simplifies the problem further.
We also propose a new statistical turbulence model to approximate the source term of the Lighthill's equation and lastly we estimate the radiated acoustic noise using a stochastic squaring method.
The predictions have been validated in academic configurations and the model is being verified in realistic industrial geometries.